A finite element method for viscous incompressible flow analysis is presented. The flow is classified into two types namely: the flow with negligible inertia for slow moving fluid, and with inertia for a more general flow. Finite element equations corresponding to these flows are derived and are used in the development of the computer programs that can be executed on standard personal computers. The derived finite element equations and the computer programs have been verified by solving academic-type examples that have exact solutions before applying to solve more complex flow problems. 1
SIGLEAvailable from British Library Document Supply Centre- DSC:D80042 / BLDSC - British Library Doc...
A finite element method for computing viscous incompressible flows based on the gauge formulation in...
Prepared by Computational Mechanics, inc., Knoxville, Tenn., for Langley Research Center under contr...
Includes bibliographical references (leaf [34])A finite element method is utilized to solve steady-s...
Finite element vorticity-based methods are applied to the analysis of viscous flows
This work presents a mixed three-dimensional finite element formulation for analyzing compressible v...
These notes are based on lectures given at a Short Course on Theoretical and Numerical Fluid Mechani...
The paper describes a finite element formulation of the incompressible viscous fluid without inertia...
This book focuses on the finite element method in fluid flows. It is targeted at researchers, from t...
This book explores finite element methods for incompressible flow problems: Stokes equations, statio...
Abstract. A very simple and efficient finite element method is introduced for two and three dimensio...
A finite element numerical method is developed for the modelling of compressible flows with locally ...
This monograph is intended as a concise and self-contained guide to practitioners and graduate stude...
Abstract: An artificial compressibility method is designed to simulate stationary two-and three-dime...
AbstractA finite element algorithm is described which implements the Galerkin approximation to the N...
SIGLEAvailable from British Library Document Supply Centre- DSC:D80042 / BLDSC - British Library Doc...
A finite element method for computing viscous incompressible flows based on the gauge formulation in...
Prepared by Computational Mechanics, inc., Knoxville, Tenn., for Langley Research Center under contr...
Includes bibliographical references (leaf [34])A finite element method is utilized to solve steady-s...
Finite element vorticity-based methods are applied to the analysis of viscous flows
This work presents a mixed three-dimensional finite element formulation for analyzing compressible v...
These notes are based on lectures given at a Short Course on Theoretical and Numerical Fluid Mechani...
The paper describes a finite element formulation of the incompressible viscous fluid without inertia...
This book focuses on the finite element method in fluid flows. It is targeted at researchers, from t...
This book explores finite element methods for incompressible flow problems: Stokes equations, statio...
Abstract. A very simple and efficient finite element method is introduced for two and three dimensio...
A finite element numerical method is developed for the modelling of compressible flows with locally ...
This monograph is intended as a concise and self-contained guide to practitioners and graduate stude...
Abstract: An artificial compressibility method is designed to simulate stationary two-and three-dime...
AbstractA finite element algorithm is described which implements the Galerkin approximation to the N...
SIGLEAvailable from British Library Document Supply Centre- DSC:D80042 / BLDSC - British Library Doc...
A finite element method for computing viscous incompressible flows based on the gauge formulation in...
Prepared by Computational Mechanics, inc., Knoxville, Tenn., for Langley Research Center under contr...